Auralex SubDude HD Subwoofer Isolator

super

Well-known member
Apr 7, 2009
57
1
18,545
Visit site
Can anyone tell me if they have one of these or they've had any experience of one that they use on their subwoofer ? They are not exactly cheap but if they work i maybe intrested in getting one. Or is there alternatives that are considerably cheaper but work just as good ?
data:image/png;base64,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
 

CnoEvil

New member
Aug 21, 2009
556
14
0
Visit site
I have Aurelex Grammas under my sub and front speakers. It was the most effective way that I found to isolate them from the suspended wooden floor. I also have granite under that as well.

On sale here, and cheaper than Subdude, if not too big:
http://www.dolphinmusic.co.uk/product/36069-auralex-gramma-amp-monitor-isolation-riser-single-.html
 

DandyCobalt

New member
Oct 8, 2010
203
0
0
Visit site
I've got a subdude HD, plus a granite slab - seems to work well over floorboards. Took a long while to arrive from the states if I recall.
 

super

Well-known member
Apr 7, 2009
57
1
18,545
Visit site
Why have you all got a granite slab as well as the sub isolator ? Is the sub isolator not enough on it's own ? What about just using a granite slab on it's own ? Many thanks.
 

DandyCobalt

New member
Oct 8, 2010
203
0
0
Visit site
super said:
Why have you all got a granite slab as well as the sub isolator ? Is the sub isolator not enough on it's own ? What about just using a granite slab on it's own ? Many thanks.

Perhaps I'm misguided, but because my subwoofer is an older KEF downward-firing model, I wanted the bass sent out into the room, but not into the floor. I'm assuming the granite allows good dispersion outwards away from the s/w, but the Subdude prevents the bass going directly downwards through to the floorboards?

Feel free to suggest I might be wrong on this one - I gave up physics at 13.
 

CnoEvil

New member
Aug 21, 2009
556
14
0
Visit site
My room seems to have particularly ingrained problems with bass....hence the OTT measures.

Re the sub, the Gramma made the most difference, with granite adding the extra 20%....though try on its own first.
 

Soopafly49

New member
May 8, 2010
104
0
0
Visit site
Will the subdude work the same as the gramma underneath floor standers as i prefer the size of the subdude. Also are th granit chopping boards underneath the gramma or underneath the speaker?
 

CnoEvil

New member
Aug 21, 2009
556
14
0
Visit site
Soopafly49 said:
Will the subdude work the same as the gramma underneath floor standers as i prefer the size of the subdude. Also are th granit chopping boards underneath the gramma or underneath the speaker?

The subdude will be as effective, though at a hefty premium.

I put the chopping boards under the Gramma....Two 30 x 40 slid together match the external dimensions of the Gramma, and because the foam is inset, I trimmed round the outside with wood.
 

Soopafly49

New member
May 8, 2010
104
0
0
Visit site
CnoEvil said:
Soopafly49 said:
Will the subdude work the same as the gramma underneath floor standers as i prefer the size of the subdude. Also are th granit chopping boards underneath the gramma or underneath the speaker?

The subdude will be as effective, though at a hefty premium. I put the chopping boards under the Gramma....Two 30 x 40 slid together match the external dimensions of the Gramma, and because the foam is inset, I trimmed round the outside with wood.
j i havent see a price for the sudude yet and dont see it on the site linked to this post. will find out how much they cost as i will need 3
 

Soopafly49

New member
May 8, 2010
104
0
0
Visit site
CnoEvil said:
http://www.dolphinmusic.co.uk/product/36068-auralex-subdude-hd.html
Thanks. Can ayone comment on how much of an improvemnt thet got from using the auralexs products with and with granite chopping boards
 

Minigill

New member
Apr 4, 2008
20
0
0
Visit site
I moved earlier in the year into a flat which is above a shop with suspended wooden floor. The bass from the sub was dreadful. The shop below acted like a boombox.

Now its sits happily on one of these, and all bass is now in the room ! Massive difference. :cheer:

Sits on the carpet.

If you get the HD one, it is black on top and blends nicely in with Piano black. Different finish to the SubDude.
 

Minigill

New member
Apr 4, 2008
20
0
0
Visit site
I moved earlier in the year into a flat which is above a shop with suspended wooden floor. The bass from the sub was dreadful. The shop below acted like a boombox.

Now its sits happily on one of these, and all bass is now in the room ! Massive difference. :cheer:

Sits on the carpet.

If you get the HD one, it is black on top and blends nicely in with Piano black. Different finish to the SubDude.
 

super

Well-known member
Apr 7, 2009
57
1
18,545
Visit site
Hi minigill, there's one on amazon for around £60, Is that the HD one you were refering to ? What is it made out of and do you think it's worth the money ?
 
A

Anonymous

Guest
Professorhat,

I have the MA sub (see signature below) and while I don't have any particular issues other than the base doesn't exactly shake the house I do have it sitting on carpet which in turn is on a concrete floor (bungalow) - will a sub pad make any big difference being that I have a concrete floor (I'm assuming here that the carpet might be an issue, so isolating it from that would be an advantage)?

Thanks,

Paul.
 

Minigill

New member
Apr 4, 2008
20
0
0
Visit site
super said:
Hi minigill, there's one on amazon for around £60, Is that the HD one you were refering to ? What is it made out of and do you think it's worth the money ?

Hi Super

I got mine off the bay, but can't see any on their at the moment. They had new stock come in and didn't know which version they were getting, but it was the HD version. This is black velour.

If you check the manufacturers web site, you can see them both and also what they are made out of. They are very light in weight and don't put any dents in the carpet, even with a heavy sub on, and of course, sound brill !

The one on Amazon looks like SubDub, not HD, but it could be a stock picture.

For me, yes, its worth it ! :)

Gill
 

Soopafly49

New member
May 8, 2010
104
0
0
Visit site
Minigill said:
I moved earlier in the year into a flat which is above a shop with suspended wooden floor. The bass from the sub was dreadful. The shop below acted like a boombox.

Now its sits happily on one of these, and all bass is now in the room ! Massive difference. :cheer:

Sits on the carpet.

If you get the HD one, it is black on top and blends nicely in with Piano black. Different finish to the SubDude.
Thanks thats good to know and yes i will be purchasing 3 of the hd ones so they go with the decor. Not sure i like the price though as i will have to fork out over 180 for these. Should i use them with spikes and spike shoes or without?
 

XSnPX

Well-known member
May 14, 2008
28
0
18,540
Visit site
Hi all,

I live in a block of flats, 1st floor, laminate flooring. Would this help prevent bass going to the neighbours downstairs from my floorstanding KF Q500s? and same Q as above, will they sit flat on there or with their spikes still?

Curently my Qs are sitting on the spikes over half cut squash balls...

Many thx in advance.

Ben.
 

Minigill

New member
Apr 4, 2008
20
0
0
Visit site
Soopafly49 said:
Minigill said:
I moved earlier in the year into a flat which is above a shop with suspended wooden floor. The bass from the sub was dreadful. The shop below acted like a boombox.

Now its sits happily on one of these, and all bass is now in the room ! Massive difference. :cheer:

Sits on the carpet.

If you get the HD one, it is black on top and blends nicely in with Piano black. Different finish to the SubDude.
Thanks thats good to know and yes i will be purchasing 3 of the hd ones so they go with the decor. Not sure i like the price though as i will have to fork out over 180 for these. Should i use them with spikes and spike shoes or without?

I would try all version of spike/no spike and see if there is any sound difference. I have rubber feet on the bottom on my sub, and this then sits on the platform.

The foam that the platform sits on is a gey colour, so you see the black edge of the top. I see a bit of the top plate as my sub does not fill the platform. Thought I would mention incase you think the whole effect is black !
 

Soopafly49

New member
May 8, 2010
104
0
0
Visit site
Minigill said:
Soopafly49 said:
Minigill said:
I moved earlier in the year into a flat which is above a shop with suspended wooden floor. The bass from the sub was dreadful. The shop below acted like a boombox.

Now its sits happily on one of these, and all bass is now in the room ! Massive difference. :cheer:

Sits on the carpet.

If you get the HD one, it is black on top and blends nicely in with Piano black. Different finish to the SubDude.
Thanks thats good to know and yes i will be purchasing 3 of the hd ones so they go with the decor. Not sure i like the price though as i will have to fork out over 180 for these. Should i use them with spikes and spike shoes or without?

I would try all version of spike/no spike and see if there is any sound difference. I have rubber feet on the bottom on my sub, and this then sits on the platform.

The foam that the platform sits on is a gey colour, so you see the black edge of the top. I see a bit of the top plate as my sub does not fill the platform. Thought I would mention incase you think the whole effect is black !
Ah, I was kindo hoping the whole thing would be black as i think the sub and floorstanders will cover the whole top plate as the perimiter off the subdude only just reachers the the spikes.
 

super

Well-known member
Apr 7, 2009
57
1
18,545
Visit site
It looks like the Auralex SubDude HD Subwoofer Isolator is a little too small for my subs, but the cheaper gramma isolation riser is bigger. Does anyone know why this is ? Less materials used and cheaper, or does it have different quality materials ?
 

CnoEvil

New member
Aug 21, 2009
556
14
0
Visit site
super said:
It looks like the Auralex SubDude HD Subwoofer Isolator is a little too small for my subs, but the cheaper gramma isolation riser is bigger. Does anyone know why this is ? Less materials used and cheaper, or does it have different quality materials ?

At a guess, the Gramma is much more popular (has more uses) and so is brought in and sold in much greater quantities...and this is reflected in the price. I think the Subdude is often brought in from the States, when they get an order.
 

TRENDING THREADS